Journal of Siberian Federal University. Engineering & Technologies / Model Survivability Complex Object in a Drawing Massive Air Strike

Full text (.pdf)
Issue
Journal of Siberian Federal University. Engineering & Technologies. 2016 9 (3)
Authors
Panov, Sergey A.; Khalezov, Miroslav V.; Shmarov, Andrey N.
Contact information
Panov, Sergey A.:Military Training and Research Center of the Air Force «Air Force Academy ft. Professor N.E. Zhukovsky and Y.A. Gagarin» 54a Starykh Bol’shevikov Str., Voronezh, 394064, Russia; E-mail: ; Khalezov, Miroslav V.:Military Training and Research Center of the Air Force «Air Force Academy ft. Professor N.E. Zhukovsky and Y.A. Gagarin» 54a Starykh Bol’shevikov Str., Voronezh, 394064, Russia; Shmarov, Andrey N.:Military Training and Research Center of the Air Force «Air Force Academy ft. Professor N.E. Zhukovsky and Y.A. Gagarin» 54a Starykh Bol’shevikov Str., Voronezh, 394064, Russia
Keywords
complex object; airfield-based mathematical model; state graph; the transfer function
Abstract

The article describes the main provisions of a mathematical model of the survivability of a complex object in a drawing massive air strike, reflecting the process of leaving drums of aviation complexes of the enemy in a given area and to overcome them multifunctional air defense system under cover of objects by means of an integrated (electronic and fire), and taking into account the two-way nature of the conduct EW. The model is based on the representation of these processes in the form of semi-Markov processes described by direct integral-differential equations of the principle of state space extension and application of the Laplace transform

Pages
423-434
Paper at repository of SibFU
https://elib.sfu-kras.ru/handle/2311/20311

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